Answer:
Answer is 1,200,000
Explanation:
return on sales after taxes = 6%
effective income tax rate = 40%, contribution margin = 30%.
Robin has fixed costs = $240,000,
We are to find the amount of sales required to earn the desired return using the information above.
Profit = Contribution - Fixed Cost
Assuming sales = K
6/(100-40)K = (30/100)K -240,000
0.1K =0.3K -240,000
0.2K =240,000
K = 240,000/0.2
so K =1,200,000.
We know that expected return is 16%. The standard deviation is 20%. And in addition, the risk-free rate is 4%. Denote with x: expected return, "Y": the risk-free rate and sigma: standard deviation. The reward-to-volatility ratio is(x-y) / (sigma) = (16-4) / 20 = .6
Answer:
The effective annual rate on loan would be 8.24%
Explanation:
Formula for Effective annual rate ( EAR ) -
(1 + APR / Number of compounding periods in a year) ^ (Number of compounding periods in a year) - 1
where, the APR IS 8% ,
Number of compounding periods - 4 quarters
So now putting these values in the formula -
(1+8% / 4) ^4 - 1
= (1 + 2%) ^4 -1
= (1 + .02)^4 -1
= (1.02)^4 - 1
= 1.08243216 - 1
= .08243216
Now multiplying this by 100 to make it in percentage
= 8.24% ( approximately )
Answer:
Option (B) is correct.
Explanation:
100% complete for conversion cost the units that are complete.
Units that produced during the period:
= Units sold + Units of finished Ending - Beginning units of Finished
= 300,000 + 60,000 - 75,000
= 285,000 units
And work in process at ending is 24,000 units but for conversion costs is 75% only.
For conversion Equivalent units:
= 75% of Ending Work in process + Units that produced during the period
= 75% × 24,000 + 285,000
= 18,000+285,000
= 303,000 units
The answer to the question:
<span>What allows consumers to receive goods and services in a non price rationing system
is:
first come, first served
explanation:
the first come, first served system which is also known as the queuing system </span>resolves rationing problems which are brought by price ceilings.<span>
</span>
